$x=3 \sin^2(2t)$
$y=3 \cos(2t)$
Equations given for the function $y=f(x) $
What is the derivative of $y=2$ point?
$x=3 \sin^2(2t)$
$y=3 \cos(2t)$
Equations given for the function $y=f(x) $
What is the derivative of $y=2$ point?
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See, we have:
$$\begin{align}\frac{x}{3}&=\sin^22t \\ &=1-\cos^2 2t \\ &=1-\left(\frac{y}{3}\right)^2\end{align}$$
Now can you take it from here?